Package org.flag4j.operations.dense_sparse.coo.complex

Class ComplexDenseSparseEquals

java.lang.Object

org.flag4j.operations.dense_sparse.coo.complex.ComplexDenseSparseEquals

public final class ComplexDenseSparseEquals
extends Object

This class provides methods for checking the equality of a complex dense tensor with a complex sparse tensor.

Constructor Summary

Constructors

Modifier	Constructor	Description
private	ComplexDenseSparseEquals()

Method Summary

Modifier and Type	Method	Description
static boolean	matrixEquals(CMatrix A, CooCMatrix B)	Checks if two real dense matrices are equal.
static boolean	tensorEquals(CTensor A, CooCTensor B)	Checks if a complex dense tensor is equal to a complex sparse tensor.
static boolean	vectorEquals(CNumber[] src1, CNumber[] src2, int[] indices, int sparseSize)	Checks if a complex dense vector is equal to a complex sparse vector.

Methods inherited from class java.lang.Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Constructor Details

ComplexDenseSparseEquals

private ComplexDenseSparseEquals()

Method Details

matrixEquals

public static boolean matrixEquals(CMatrix A,
 CooCMatrix B)

Checks if two real dense matrices are equal.

Parameters:

A - First matrix.

B - Second matrix.

Returns:

True if the two matrices are element-wise equivalent.

vectorEquals

public static boolean vectorEquals(CNumber[] src1,
 CNumber[] src2,
 int[] indices,
 int sparseSize)

Checks if a complex dense vector is equal to a complex sparse vector.

Parameters:

src1 - Entries of dense vector.

src2 - Non-zero Entries of sparse vector.

indices - Indices of non-zero entries in the sparse vector.

sparseSize - Size of the sparse vector.

Returns:

True if the two vectors are equal. Returns false otherwise.

tensorEquals

public static boolean tensorEquals(CTensor A,
 CooCTensor B)

Checks if a complex dense tensor is equal to a complex sparse tensor.

Parameters:

A - Complex dense tensor.

B - Complex sparse tensor.

Returns:

True if the two tensors are element-wise equivalent.